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foundational results on
several complex variables.
Hartogs was the son of the
merchant Gustav Hartogs and his wife
Elise Feist and grew up in Frankfurt...
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axiomatic set theory, a
Hartogs number is an
ordinal number ****ociated with a set. In particular, if X is any set, then the
Hartogs number of X is the least...
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philosopher Friedrich Hartogs (1874–1943) –
German mathematician Named after him:
Hartogs number,
Hartogs'
lemma and
Hartogs'
theorem Tommie Hartogs [de; fr; uk]...
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mathematicians Friedrich Hartogs and
Arthur Rosenthal and has been
widely applied,
particularly in
operator theory. The
Hartogs–Rosenthal
theorem states...
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differential or
convolution equations satisfying Hartogs-type theorems. The
original proof was
given by
Friedrich Hartogs in 1906,
using Cauchy's
integral formula...
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Renatus Hartogs. At her
first session with
Hartogs, Roy was
invited to a "bathtub party" with him.
Within her next few
sessions with
Hartogs, he had begun...
- In mathematics,
Hartogs's theorem is a
fundamental result of
Friedrich Hartogs in the
theory of
several complex variables.
Roughly speaking, it states...
- Dirk
Hartog (Dutch: [ˈdɪr(ə)k ˈɦɑrtɔx];
baptised 30
October 1580 –
buried 11
October 1621) was a 17th-century
Dutch sailor and explorer. Dirk
Hartog's expedition...
- Paul
Julius Hartog (born
March 20 1868 in Goch or Mülheim an der Ruhr; died
December 16 1942 in
Ghetto Theresienstadt) was a
German Jewish banker and art...
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connected subset. One says that G {\displaystyle G} is
pseudoconvex (or
Hartogs pseudoconvex) if
there exists a
continuous plurisubharmonic function φ...
